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1Academic Journal
المؤلفون: Mitsuhiro UWANO, 上野 光弘
المصدر: 水道協会雑誌 / Journal of Japan Water Works Association. 2022, 91(8):5
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2Academic Journal
المؤلفون: Etsuko KUSAKAWA, Hiroshi OHTA, 太田 宏, 楠川 恵津子
المصدر: 日本経営工学会論文誌 / Journal of Japan Industrial Management Association. 2001, 52(1):46
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3Academic Journal
المؤلفون: Kunihiro NISHI, Shigeki TANAKA, Tomokazu YOSHIOKA, 吉岡 智和, 田中 茂樹, 西 邦弘
المصدر: 日本建築学会計画系論文集 / Journal of Architecture and Planning (Transactions of AIJ). 1999, 64(524):253
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4Dissertation/ Thesis
المؤلفون: 蔡瑋倫, Tsai, Wei Lun
المساهمون: 楊素芬
مصطلحات موضوعية: 經濟設計, X-bar 管制圖, 規格界限, 韋柏分配, Economic design, X-bar control chart, Specification limit, Weibull distribution
Time: 40
وصف الملف: 1872456 bytes; application/pdf
Relation: [1] Ardia, D., Mullen, K., Peterson, B. and Ulrich, J. (2012), DEoptim: Differential evolution optimization in R. version 2.2-1. URL http://CRAN.R-project.org/package=DEoptim. [2] Chen, Y.K. and Chiou, K.C. (2005), “Optimal design of VSI X control charts for monitoring correlated samples,” Quality and Reliability Engineering International, 21(8), 757-768. [3] Chen, C.H. and Khoo, M.B.C. (2008), “Joint determination of optimum process mean and economic specification limits for rectifying inspection plan with inspection error,”Journal of the Chinese Institute of Industrial Engineers, 25(5), 389-398. [4] Cho, B. R. and Phillips, M. D. (1998), “Design of the optimum product specifications for S-type quality characteristics,” International Journal of Production Research, 36(2), 459-474. [5] Chou, C. Y., Chen, C.H. and Chen, C.H. (2006b), “Economic design of variable sampling intervals T-square control charts using genetic algorithms,” Expert Systems with Applications, 30(2), 233-242. [6] Chou, C.Y., Chen, C.H. and Liu, H.R. (2006a), “Economic design of EWMA charts with variable sampling intervals,” Quality and Quantity, 40(6), 879-896. [7] Chou, C.Y., Liu, H.R., Chen, C.H. and Huang, X.R. (2002), “Economic-statistical design of multivariate control charts using quality loss function,” Advanced Manufacturing Technology, 20(12), 916-924. [8] Duncan, A. J. (1956), “The economic design of X charts used to maintain current control of a process,” Journal of the American Statistical Association, 51(274),228-242. [9] Duncan, A. J. (1971), “The economic design of X charts when there is a multiplicity of assignable causes,” Journal of the American Statistical Association, 66(333),107-121. [10] Dutang, C., Goulet, V. and Pigeon, M. (2008), “actuar: An R package for actuarial science,” Journal of Statistical Software, 25(7), 1-37. [11] Elsayed, E.A. and Chen, A. (1994), “An economic design of X control chart using quadratic loss function,” International Journal of Production Research, 32(4), 873-887. [12] Erto, P., Pallotta, G. and Park, S. H. (2008), “An example of data technology product: a control chart for Weibull processes,” International Statistical Review, 76(2), 157-166. [13] Feng, Q. and Kapur, K.C. (2006), “Economic development of specifications for 100% inspection based on asymmetric quality loss function,” IIE Transactions, 38(8), 659-669. [14] Filho, J. C. S. S. and Yacoub, M. D. (2006), “Simple precise approximations to Weibull sums,” IEEE Communications Letters, 10(8), 614-616. [15] Kapur, K.C. (1988), “An approach for development of specifications for quality improvement,” Quality Engineering, 1(1), 63-77. [16] Kapur, K.C. and Cho, B.R. (1994), “Economic design and development of specifications,” Quality Engineering, 6(3), 401-417. [17] Lorenzen, T. J. and Vance, L. C. (1986), “The economic design of control charts: a unified approach,” Technometrics, 28(1), 3-10. [18] Montgomery, D. C. (1980), “The economic design of control charts: a review and literature survey,” Journal of Quality Technology, 12(2), 75-87. [19] Panagos, M. R., Heikes, R. G. and Montgomery, D. C. (1985), “Economic design of X control charts for two manufacturing process models,” Naval Research Logistics Quarterly, 32, 631-646. [20] Phillips, M. D. and Cho, B. R. (1998), “An empirical approach to designing product specifications: A case study,” Quality Engineering, 11(1), 91-100. [21] R Core Team (2012). R: A language and environment for statistical computing. R Foundation for Statistical Computing, Vienna, Austria. ISBN 3-900051-07-0, URL http://www.R-project.org/. [22] Taguchi, G. (1984), “The role of metrological control for quality control,” Proceedings of the International Symposium on Metrology for Quality Control in Production, 1-7. [23] Tang, K. (1988), “Economic design of product specifications for a complete inspection plan,” International Journal of Production Research, 26(2), 203-217. [24] Torng, C.C., Lee, P.H. and Liao, N.Y. (2009), “An economic-statistical design of double sampling X control chart,” International Journal of Production Economics, 120(2), 495-500. [25] Vommi, V.B. and Seetala, M.S.N. (2007), “A new approach to robust economic design of control charts,” Applied Soft Computing, 7(1), 211-228. [26] Yang, S.F. and Rahim, M.A. (2005), “Economic statistical process control for multivariate quality characteristics under Weibull shock model,” International Journal of Production Economics, 98(2), 215-226. [27] Yu, F.J. and Hou, J.L. (2006), “Optimization of design parameters for X control charts with multiple assignable causes,” Journal of Applied Statistics, 33(3), 279-290.; G0099354006; http://nccur.lib.nccu.edu.tw//handle/140.119/58663
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5
المؤلفون: 邱文智
المساهمون: 真理大學工業管理與經營資訊學系
مصطلحات موضوعية: 管制圖, 指數加權移動平均, 經濟設計, 平均連串長度, 田口損失函數, Control charts, EWMA, Economic design, Average run length, Taguchi’s loss function, stat, manag
Time: 7
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6Dissertation/ Thesis
المؤلفون: 蘇珈儀, Su, Chia-Yi, 彭文理, Pearn, W. L.
المساهمون: 工業工程與管理學系
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7
المؤلفون: 陳柔妤
المساهمون: 桑慧敏
Time: 26
وصف الملف: 155 bytes; text/html
Relation: 參考文獻 [1] 鄭春生, 1996, 品質管理, 三民書局, 台北市。 [2] 朱一中, 雙變數加速衰變模型分析(LED產品之個案研究), 清華大學碩士論文, 民國85年7月。 [3] Amin, R. W., and Miller, R. W., 1993, A Robustness Study of Charts With Variable Sampling Intervals Control, Journal of Quality Technology, 25, 36-44. [4] Bai, D. S., and Lee, K. T., 1998, An Economic Design of Variable Sampling Interval Control Charts, International Journal of Production Economics, 54, 57-64 [5] Banerjee, P. K., and M. A. Rahim, 1988, Economic Design of Control Charts Under Weibull Shock Models, Technometrics, 30(4), 407-414. [6] Box, G. E. P., and T. Kramer, 1992, Statistical Process Monitoring and Feedback Adjustment—A Discussion, Technometrics, 34(3),251-267. [7] Box, G. E. P., D. E. Coleman, and R. V. Baxley, 1997, A Comparison of Statistical Process Control and Engineering Process Control, Journal of Quality Technology, 29, 128-130. [8] Chen, Y. S, and Yang, Y, M, 2002, An Extension of Banerjee and Rahim’s Model for Economic Design of Moving Average Control Chart for A Continuous Flow Process, European Journal of Operational Research, 143, 600-610. [9] Chiu, W. K., 1974, The Economic Design of Cusum Charts for Controlling Normal Means, Applied Statistics, 23(3), 420-433. [10] Chiu, W. K., 1975, Economic Design of Attribute Control Charts, Technometrics, 17, 81-87. [11] Chiu, W. K., 1976, Economic Design of np Charts for Processes Subject to A Multiplicity of Assignable Causes, Management Science, 23(4), 404-411. [12] Chung, K. J., and Lin, C. N., 1993, The Economic Design of Dynamic Control Charts Under Weibull Shock Models, International Journal of Quality and Reliability Management, 10(8), 41-56. [13] Costa, AFB., 1993, Joint Economic Design of and R Control Charts for Process Subject to Two Independent Assignable Causes, IIE Transactions, 25, 27-33. [14] Cui, R., and Reynolds, M. R., Jr., 1988, Charts With Runs Rules and Variable Sampling Intervals, Communications in Statistics:Simulation & Computation, 17, 1073-1093. [15] Duncan, A. J., 1956, The Economic Design of Charts Used to Maintain Current Control of A Process, Journal of the American Statistical Association, 51, 228-242. [16] Fletcher, R., and Reeves, C. M., 1964, Function Minimization by Conjugate Gradients, Computer Journal, 7, 149-154. [17] Gibra, I. N., 1971, Economically Optimal Determination of the Parameters of an Control Chart, Management Science, 17(9), 635-646. [18] Gibra, I. N., 1975, Recent Developments in Control Chart Techniques, Journal of Quality Technology, 7(4), 183-192. [19] Girshick, M. A., and Rubin, H., 1952, A Bayes’ Approach to A Quality Control Model, Annals of Mathematical Statistics, 23,114-125. [20] Goel, A. L., and Wu, S. M., 1973, Economically Optimum Design of Cusum Charts, Management Science, 19(11), 1271-1282. [21] Ho, C. C., and Case, K. E., 1994, The Economically-Based EWMA Control Chart, International Journal of Production Research, 32, 2179-2186. [22] Ho, C. C., and Case K., E., 1994, Economic Design of Control Chart:A Literature Review for 1981-1991, Journal of Quality Technology, 26, 39-53. [23] Hu, P. W., 1984, Economic Design of An Control Chart Under Nonpoisson Process Shift, Abstract, TIMS/ORSA Joint National Meeting, San Francisco, May 84, 14-16. [24] Hu, P. W., 1986, Economic Design of An Control Chart With Nonexponential Times Between Process Shifts, IIE News, Quality Control and Reliability Engineering, 21, 1-3. [25] Janakiram, M., and J. B. Keats, 1998, Combing SPC and EPC in a Hybrid Industry, Journal of Quality Technology, 30, 189-199. [26] Jones, L. L., and Case, K. E., 1981, Economic Design of A Joint and R Control Chart, AIIE Transactions, 13, 182-195. [27] Joshi, S., Sherali, H. D., and Tew, J. D., 1998, An Enhanced Response Surface Methodology (RSM) Algorithm Using Gradient Deflection and Second Order Search Strategies, Computers and Operations Research, 25, 531-542. [28] Kwei, T., and Jen, T., 1994, Design of Screening Procedures:A Rewiew, Journal of Quality Technology, 26(3), 209-225. [29] Lorenzen, T. J., and Vance, L. C., 1986, The Economic Design of Control Charts:A Unified Approach, Technometrics, 28(1),3-10. [30] McWilliams, T. P., 1989, Economic Control Chart Design and The In-Control Time Distribution:A Sensitivity Analysis, Journal of Quality Technology, 21, 103-110. [31] McWilliams, T. P., 1994, Economic, Statistical, and Economic-Statistical Chart Designs, Journal of Quality Technology, 26(3), 227-238. [32] Montgomery, D. C., 1980, The Economic Design of Control Charts:A Review and Literature Survey, Journal of Quality Technology, 12(2), 75-87. [33] Montgomery, D. C., and Friedman, D. J., 1989, Statistical Process Control in a Computer-Integrated Manufacturing Environment, Statistical Process Control in Automated Manufacturing,(J. B. Keats and N. F. Hubele, Eds.)Marcel Dekker, New York, NY, 67-87. [34] Montgomery, D. C., 1992, The Use of Statistical Process Control and Design of Experiments in Product and Process Improvement, IIE Transactions, 24(5), 4-17. [35] Montgomery, D. C., J. B. Keats, G. C. Runger, and W. S. Messina, 1994, Integrating Statistical Process Control and Engineering Process Control, Journal of Quality Technology, 26, 79-87. [36] Montgomery, D. C., Torng. C.-C., Cochran, J. K., and Lawrence, F. P., 1995, Statistically Constrained Economic Design of The EWMA Control Chart, Journal of Quality Technology, 27, 250-256. [37] Montgomery, D. C., 2001, Introduction to Statistical Quality Control, 4th ed., John Wiley & Sons, New York. [38] Oraini, H. A., and Rahim M. A., 2002, Economic Statistical Design of Control Charts for Systems With Gamma( ) In-Control Times, Computer and Industrial Engineering, 43, 645-654. [39] Panagos, M. R., Heikes R. G., and Montgomery, D. C., 1985, Economic Design of Control Charts for Two Manufacturing Process Models, Naval Research Logistics Quarterly, 32, 631-646. [40] Parkhideh, B, and Case, K. E., 1989, The Economic Design of a Dynamic -Control Chart, IIE Transactions, 21,313-323. [41] Reynolds, M. R., and Arnold, J. C., 1986, Optimal One-Sided Shewhart Control Charts With Variable Sampling Intervals between Samples, Technical Report, 86(3). [42] Reynolds, M. R., Jr, Amin, R. W., Arnold, J. C., and Nachlas, J. A., 1988, Charts With Variable Sampling Intervals, Technometrics, 30(2), 181-192. [43] Runger, G. C., and Montgomery, D. C., 1993, Adaptive Sampling Enhancements for Shewhart Control Charts, IIE Transactions, 25, 41-51. [44] Saniga, E. M., 1978, Joint Economical Design of and R Control Charts, Management Science, 24, 420-431. [45] Saniga, E. M., 1989, Economic Statistical Control Chart Designs With an Application to and R Charts, Technometrics, 31(3), 313-320. [46] Shao, Y. E., G. C. Runger, J. Haddock, and W. A. Wallace, 1999, Adaptive Controllers to Integrate SPC and EPC, Communications in Statistics Part B:Simulation & Computation, 28, 13-36. [47] Tagaras, G., 1998, A Survey of Recent Developments in the Design of Adaptive Control Charts, Journal of Quality Technology, 30(3), 212-231. [48] Taylor, H. M., 1968, The Economic Design of Cumulative Sum Control Chart, Technometrics, 10, 479-488. [49] Vance, L., C., 1992, A Bibliography of Statistical Quality Control Chart Techniques, 1970-1980, Journal of Quality Technology, 15(2) ,59-62. [50] Wiel, S. A. J., Tucker, W. T., Faltin, F. W., and Doganaksoy N., 1992, Agorithmic Statistical Process Control:Concepts and an Application, Technometrics, 34(3), 286-297 [51] Woodall, W. H., 1985, The Statistical Design of Quality Control Charts, The Statistician, 34,155-160. [52] Woodall, W. H., 1986, Weaknesses of the Economic Design of Control Charts, Technometrics, 28, 408-409. [53] Zhang, G., and Berardi, V., 1997, Economic Statistical Design of Control Chart for Systems With Weibull In-Control Times, Computers and Industrial Engineering, 32, 575-586.; http://nthur.lib.nthu.edu.tw/dspace/handle/987654321/36303
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المؤلفون: 陳忠和
المساهمون: 工業工程與管理系所
مصطلحات موضوعية: 馬可夫過程, 經濟設計, 連續抽樣, Markov process, Economic design, Continuous sampling
Time: 38
وصف الملف: application/pdf; 43342 bytes
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9
المؤلفون: 陳忠和, Chen, Chung-Ho
المساهمون: 管理與資訊學系所
مصطلحات موضوعية: 田口品質工程, 連續抽樣計畫, 品質損失函數, 品質檢驗, 經濟設計, 規格界限, 平均檢驗比率, 平均出廠品質界限, Taguchi quality engineering, Continuous sampling plan, Quality loss function, Quality inspection, Economic design, Specification limit, Average fraction luspected (AFI), Average outgoing quality limit (AOQL)
Time: 38
وصف الملف: application/pdf; 44780 bytes
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10Dissertation/ Thesis
المؤلفون: 蔡瑋倫, Tsai, Wei Lun
مصطلحات موضوعية: 經濟設計, X-bar 管制圖, 規格界限, 韋柏分配, Economic design, X-bar control chart, Specification limit, Weibull distribution
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11Dissertation/ Thesis
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12Dissertation/ Thesis
المؤلفون: 陳智鴻, Chen, Chih-Hon
مصطلحات موضوعية: 管制圖, 馬可夫鏈, 經濟設計, 經濟統計設計, Control chart, Markov chain, Economic design, Economic statistical design
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13Dissertation/ Thesis
المؤلفون: 林淑勤
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14Dissertation/ Thesis
المؤلفون: 林淑勤
المساهمون: 楊素芬
Relation: B2002002414; http://nccur.lib.nccu.edu.tw//handle/140.119/87720
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15Dissertation/ Thesis
المؤلفون: 陳智鴻, Chen, Chih-Hon
المساهمون: 楊素芬 鐘崑仁 葉小蓁, Yang, Su-Fen Chung, Kun-Jen Yeh, Hsiaw-Chan
مصطلحات موضوعية: 管制圖, 馬可夫鏈, 經濟設計, 經濟統計設計, Control chart, Markov chain, Economic design, Economic statistical design
Relation: B2002002786; http://nccur.lib.nccu.edu.tw//handle/140.119/87301; http://nccur.lib.nccu.edu.tw/bitstream/140.119/87301/1/index.html
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16Dissertation/ Thesis
المؤلفون: 唐齊民
المساهمون: 杜文田
مصطلحات موضوعية: 組織, 經濟設計機構, Organization
Relation: B2002008836; http://nccur.lib.nccu.edu.tw//handle/140.119/93824; http://nccur.lib.nccu.edu.tw/bitstream/140.119/93824/1/index.html